A particle traveling in a straight line with constant velocity i j 5k passes through the point (0, 0, 30) and hits the surface z 2x 2 3y 2 The particle ricochets off the surface, the angle of reflection being equal to the angle of incidence Assuming no loss of speed, what is the velocity of the par...

The velocity vector of the particle is given by v i j 5k We can first find the point on the surface z 2x2 3y2 where the particle hits by solving for x ...

A particle traveling in a straight line with constant velocity i + j - 5k passes through

Question:

A particle traveling in a straight line with constant velocity i + j - 5k passes through the point (0, 0, 30) and hits the surface z = 2x² + 3y². The particle ricochets off the surface, the angle of reflection being equal to the angle of incidence. Assuming no loss of speed, what is the velocity of the particle after the ricochet? Simplify your answer.

Fantastic news! We've Found the answer you've been seeking!